CCL:G: Transition Dipole Moment with Gaussian.



 Sent to CCL by: Jens Spanget-Larsen [spanget .. ruc.dk]
 Dear Roman,
 
include iop(7/33=1) with the freq keyword, and the job will output (a lot of) additional information, such as the dipole derivatives with respect to the x, y, and z components of the different normal modes. The orientation of the axes is that of the standard orientation. For example:
  # B3LYP/cc-pVTZ freq iop(7/33=1)
  Dipole derivatives wrt mode   1:  7.76256D-10  3.54506D-10  4.43357D-02
  Dipole derivatives wrt mode   2: -4.76908D-10 -6.90744D-10 -4.46843D-01
  Dipole derivatives wrt mode   3: -2.30953D-01 -5.61704D-01  1.38640D-10
  etc.
 Yours, Jens >--<
   ------------------------------------------------------
   JENS SPANGET-LARSEN         Office:      +45 4674 2710
   Department of Chemistry     Fax:         +45 4674 3011
   Roskilde University (RUC)   Mobile:      +45 2320 6246
   P.O.Box 260                 E-Mail:     spanget*_*ruc.dk
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 Roman D. Gorbunov gorbunov]=[theochem.uni-frankfurt.de wrote:
 
 Sent to CCL by: "Roman D. Gorbunov"
 [gorbunov%theochem.uni-frankfurt.de]
 Dear All,
 I would like to calculate transition dipole moment of a molecule with the usage
 of Gaussian program. If Gaussian calculate normal modes, in the end of the
 output files one can find something like this:
 MSD=1.034e-09\RMSF=5.113e-05\Dipole=1.203046,-0.9454618,0.4733203\Dipo
  leDeriv=0.3104709,0.0526555,-0.0901773,0.0975203,0.3147646,-0.1101542,
  -0.1478299,-0.0861128,0.4431087,-1.1332275,0.0824717,0.2775604,0.07129
 I supposed that numbers coming after DipoleDeriv are derivatives of the dipole
 moment over normal coordinates (i. e. transition dipole moments). I also
 supposed that they are given in the initial-orientation frame (just like the
 dipole moment vector coming right before). However, under this suppositions I
 cannot get expected results. Does anybody know  the exact definition and
 printing format of the dipole derivatives tensor in Gaussian output files? Or
 may be where one can read about that?
 Thank you in advance.